Can someone please answer this by Friday? A poker deck consists of cards ranked 2; 3;...
Can someone please answer this by Friday?
A poker deck consists of cards ranked 2; 3; 4; 5; 6; 7; 8; 9;
10; J; Q;K;A (13 different ranks), each in four suits, for a total
of 52 distinct cards.
(a) What is the probability that a five-card poker hand drawn from
a poker deck consists only of cards ranked 8; 9; 10; J;
Q;K;A?
(b) Find a probability of Three of a kind. This is, three cards of
the same denomination and two cards from two other
denominations.
Homework Answers
(a)
Total number of events:
Number of ways of drawing 5 cards from 13 X 4 = 52 cards is given by 52C5 = 2,598,960
Number of favorable vents:
Number of ways of drawing 5 cards from 7 X 4 =28 cards is given by 28C5 = 98,280
So,
the probability that a five-card poker hand drawn from a poker deck consists only of cards ranked 8; 9; 10; J; Q;K;A
= 98,280/ 2,598,960
= 0.0378
So,
Answer is:
0.0378
(b)
Three of a kind has the pattern:
AAABC,
where A,B,C are from different denominations.
The denomination for first 3 cards can be selected in 13C1 = 13 ways.
The suits for the first 3 cards can be selected in 4C3 = 4 ways.
The denominations for last 2 cards can be selected in 12C2 = 66 ways.
The suits for each of the last 2 cards can be selected in 4C1 = 4 ways.
Thus,
probability of Three of a kind =13 X 4 X 66 X 4 X 4/ 2,598,960
= 54912/2,598,960
= 0.0211
So,
Answer is:
0.0211
Add Answer to:
Can someone please answer this by Friday?
A poker deck consists of cards ranked 2; 3;...
1. Find the probabilities of Poker hands not covered in class. Recall in a Poker game,...
1. Find the probabilities of Poker hands not covered in class. Recall in a Poker game, 5 cards are drawn uniformly at random from a deck of 52 cards. Each deck has 13 denominations ({A, 2, 3, . . . , 10, J Q, K)) and 4 suits (4,◇,0,6 ). In what follows consecutive denominations are But (J,Q,K, A, 21 is not considered consecutive. Find the probabilities of a. Straight Flush (5 cards of consecutive denomination, all of the same...
A standard poker deck of 52 cards has four suits, (symbols C, H, S, and D) and thirteen ranks (sy...
A standard poker deck of 52 cards has four suits, (symbols C, H, S, and D) and thirteen ranks (symbols A, 2, 3, 4, 5, 6, 7, 8, 9, T, J, Q, and K). Every card in the deck has both a value and a suit.1 A poker hand is any set of 5 cards from the standard poker deck. There are some special hands in poker, and these have ranks (i.e. some are better, some are worse). From best...
A standard deck of cards consists of 52 cards arranged in for suits each with 13...
A standard deck of cards consists of 52 cards arranged in for
suits each with 13 different values. In a game of poker a hand
consists of five cards drawn at random from the deck without
replacement. Determine the number of boys exactly 2 pairs can be
picked.
Question Help A standard deck of cards consists of 52 cards arranged in sts, each with 13 rentals in the game of poker and consists of cards drawn at random from the...
1. Probabilities of Poker Hands These questions refer to a standard deck of 52 cards having...
1. Probabilities of Poker Hands These questions refer to a standard deck of 52 cards having 4 suits , A, 0,♡ and 13 ranks 2,3,4,5,6,7,8,9,10,J,Q,K, A. You are dealt a 5-card hand from such a deck (so there are (53) possible hands, each one is equally likely). 1. A flush is a hand consisting of 5 cards that all have the same suit. For example {24,54, 104, JA, A$} is a flush. What is the probability that your hand is...
A deck of cards has 4 suits and 13 denominators. A full deck contains 52 cards...
A deck of cards has 4 suits and 13 denominators. A full deck contains 52 cards A single card has three characteristics: suit, denomination and colour, for example a king of red hearts. (a) 7 cards are drawn from 52, without replacement. Let ? be the number of ♢ 's drawn. What is the standard deviation of ?,??[?]=? (b) 28 cards are drawn from 52, with replacement and the number of ♣'s drawn is at most 11 but at least...
In a game of Poker with a standard deck of 52 cards, a “full-house” is a...
In a game of Poker with a standard deck of 52 cards, a “full-house” is a 5-card hand that consists of a “3-of-a-kind” and a “2-of-a-kind.” Suppose you are dealt a 5-card hand. Find the probability of getting a full-house with 3-Aces and 2-Queens.
7. Contains the letters AC together in any order. (3 points) An ordinary deck of 52 cards consists of four suits many (unordered there? (2 points) clubs, diamonds, hearts, spades, how ) four-cards...
7. Contains the letters AC together in any order. (3 points) An ordinary deck of 52 cards consists of four suits many (unordered there? (2 points) clubs, diamonds, hearts, spades, how ) four-cards poker hands, selected from an ordinary 52-card deck, are 8.
7. Contains the letters AC together in any order. (3 points) An ordinary deck of 52 cards consists of four suits many (unordered there? (2 points) clubs, diamonds, hearts, spades, how ) four-cards poker hands, selected from...
2.2.21. Let A be the set of five-card hands dealt from a 52-card poker deck, where...
2.2.21. Let A be the set of five-card hands dealt from a 52-card poker deck, where the denominations of the five cards are all consecutive—for example, (7 of hearts, 8 of spades, 9 of spades, 10 of hearts, jack of diamonds). Let Bbe the set of five-card hands where the suits of the five cards are all the same. How many outcomes are in the event A ∩ B? the final answer is 40
restriction on suits ). f. Two pair (Two cards of one denomination, two cards of another...
restriction on suits ). f. Two pair (Two cards of one denomination, two cards of another denomination and another card a third denomination. eg. 3,3, J,J, K, no restriction on suits). 2. Four cards are chosen at random from a deck of 52 cards. What is the probability that all are of t same color? (, are red colored and,are black colored).
C Programming The following code creates a deck of cards, shuffles it, and deals to players....
C Programming The following code creates a deck of cards, shuffles it, and deals to players. This program receives command line input [1-13] for number of players and command line input [1-13] for number of cards. Please modify this code to deal cards in a poker game. Command line input must accept [2-10] players and [5] cards only per player. Please validate input. Then, display the sorted hands, and then display the sorted hands - labeling each hand with its...
1. Find the probabilities of Poker hands not covered in class. Recall in a Poker game, 5 cards are drawn uniformly at random from a deck of 52 cards. Each deck has 13 denominations ({A, 2, 3, . . . , 10, J Q, K)) and 4 suits (4,◇,0,6 ). In what follows consecutive denominations are But (J,Q,K, A, 21 is not considered consecutive. Find the probabilities of a. Straight Flush (5 cards of consecutive denomination, all of the same...
A standard deck of cards consists of 52 cards arranged in for
suits each with 13 different values. In a game of poker a hand
consists of five cards drawn at random from the deck without
replacement. Determine the number of boys exactly 2 pairs can be
picked.
Question Help A standard deck of cards consists of 52 cards arranged in sts, each with 13 rentals in the game of poker and consists of cards drawn at random from the...
1. Probabilities of Poker Hands These questions refer to a standard deck of 52 cards having 4 suits , A, 0,♡ and 13 ranks 2,3,4,5,6,7,8,9,10,J,Q,K, A. You are dealt a 5-card hand from such a deck (so there are (53) possible hands, each one is equally likely). 1. A flush is a hand consisting of 5 cards that all have the same suit. For example {24,54, 104, JA, A$} is a flush. What is the probability that your hand is...
7. Contains the letters AC together in any order. (3 points) An ordinary deck of 52 cards consists of four suits many (unordered there? (2 points) clubs, diamonds, hearts, spades, how ) four-cards poker hands, selected from an ordinary 52-card deck, are 8.
7. Contains the letters AC together in any order. (3 points) An ordinary deck of 52 cards consists of four suits many (unordered there? (2 points) clubs, diamonds, hearts, spades, how ) four-cards poker hands, selected from...
restriction on suits ). f. Two pair (Two cards of one denomination, two cards of another denomination and another card a third denomination. eg. 3,3, J,J, K, no restriction on suits). 2. Four cards are chosen at random from a deck of 52 cards. What is the probability that all are of t same color? (, are red colored and,are black colored).
Most questions answered within 3 hours.
-
Sparky, Co. purchased land as a factory site for $600,000.
Sparky paid $42,000 to tear down...
asked 48 seconds ago -
A Chi-square distribution with 14 degrees of freedom is a
correct model for
Question 8 options:...
asked 30 minutes ago -
In a group of 45 mice, there are 10 that have a certain genetic
character. suppose...
asked 11 minutes ago -
Topic: Hydrogenic Atoms
The wavefunction of one of the d orbitals is proportional to sin
θ...
asked 11 minutes ago -
6. Suppose that the Bank of Canada conducts an open market
purchase of $2000 from a...
asked 26 minutes ago -
A) Suppose U=X∙Y3. Find X* and Y*.
B) Suppose U=X3∙Y. Find X* and Y*.
C) Suppose...
asked 35 minutes ago -
The only quantities of good 1 that Barbara can buy are 1 unit or
zero units....
asked 24 minutes ago -
c. Node Admittance matrix and its use in different calculations
of power transmission system. Display the...
asked 32 minutes ago -
Try to get the code down to less than 40 lines. (PYTHON)
import random
fave_number =...
asked 32 minutes ago -
2.
Regression analysis was applied between sales (in $1,000) and
advertising (in $100), and the following...
asked 40 minutes ago -
I just took a final for chemistry 2. There were alot of
questions on cell potential....
asked 1 hour ago -
A spherical weather balloon is filled with hydrogen until its
radius is 2.30 m. Its total...
asked 38 minutes ago